ZONGULDAK BULENT ECEVIT UNIVERSITY
Digital Data Management System
Academic Competence
Contact information

canmuratdikmen

3722911755

International Articles
TR DİZİN
Properties of Gaussian Generalized Leonardo Numbers

DİKMEN CAN MURAT
Karaelmas Fen ve Mühendislik Dergisi Volume 15 issue 1 | 2025

Endekste taranmıyor
A Study on Dual Hyperbolic Generalised Leonardo Numbers

DİKMEN CAN MURAT
Asian Research Journal of Mathematics Volume 21 issue 6 | 2025

SCI-Expanded
A study on dual generalized Fibonacci matrices

GÖCEN MELİH, DİKMEN CAN MURAT , KAYA YUSUF, SOYKAN YÜKSEL
Filomat Volume 39 issue 1 | 2025

WOS.SCI 0 DOI
A study on dual generalized Fibonacci matrices

Gocen, M , Dikmen, CM , Kaya, Y , Soykan, Y
FILOMAT Volume 39 | 2025

TR DİZİN
Genelleştirilmiş Jacobsthal-Benzeri Dizilerin Bazı Özellikleri

DİKMEN CAN MURAT , Karataş Selam Kübra
Karaelmas Fen ve Mühendislik Dergisi Volume 14 issue 2 | 2024

ROAD, J-Gate Portal, AcademicKeys, DOAJ DOI
On the sum of the cubes of generalized balancing numbers: The sum formula \\(\\sum\\limits_{k=0}^{n}x^{k}W_{mk+j}^{3}\\)

SOYKAN YÜKSEL, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Open Journal of Mathematical Sciences Volume 6 | 2022

Mathematical Reviews, Zentralblatt MATH DOI
A Study on Fibonacci Functions and Gaussian Fibonacci Functions

SOYKAN YÜKSEL, GÖCEN MELİH, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Sarajevo Journal of Mathematics Volume 18 issue 31 | 2022

EBSCO, Zentralblatt MATH, Mathematical Reviews DOI
A Study on Fibonacci Functions and Gaussian FIibonacci functions

SOYKAN YÜKSEL, GÖCEN MELİH, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Sarajevo Journal of Mathematics Volume 18 issue 1 | 2022

Google Scholar DOI
On the Sum of the Cubes of Generalized Balancing Numbers: the Sum Formula $\sum_{k=0}^{n}x^{k}W_{mk+j}^{3}$

SOYKAN YÜKSEL, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Open Journal of mathematical Sciences Volume 6 issue 1 | 2022

MathSciNet (Mathematical Reviews) DOI
A Study on Fibonacci Functions and Gaussian Fibonacci Functions

SOYKAN YÜKSEL, GÖCEN MELİH, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Sarajevo Journal of Mathematics Volume 18 issue 1 | 2022

Uluslararası
On Third Order Hyperbolic Jacobsthal Numbers

DİKMEN CAN MURAT , Altınsoy Mustafa
Konuralp journal of Mathematics Volume 10 issue 1 | 2022

Road, Academic Resource Index, Google Scholar
A Study on the Sum of the Squares of Generalized Balancing Numbers: the Sum Formula $\sum_{k=0}^{n}x^{k}W_{mk+j}^{2}$

SOYKAN YÜKSEL, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Journal of Innovative Applied Mathematics and Computational Sciences Volume 1 issue 1 | 2021

Google Scholar
A study on the sum of the squares of generalized Balancing numbers: the sum formula $\sum_{k=0}^{n}x^{k}W_{mk+j}^{2}$

SOYKAN YÜKSEL, TAŞDEMİR ERKAN, DİKMEN CAN MURAT
Journal of Innovative Applied Mathematics and Computational Sciences Volume 1 issue 1 | 2021

Endekste taranmıyor
Hyperbolic Jacobsthal Numbers

DİKMEN CAN MURAT
Asian Research Journal of Mathematics Volume 4 issue 15 | 2019

WOS.SCI -
ON THE OSCILLATION OF SECOND ORDER NONLINEAR NEUTRAL DYNAMIC EQUATIONS WITH DISTRIBUTED DEVIATING ARGUMENTS ON TIME-SCALES

Grace, SR , Akin, E , Dikmen, CM
DYNAMIC SYSTEMS AND APPLICATIONS Volume 23 | 2014

Endekste taranmıyor DOI
Positive Integral Operators with Analytic Kernels

DİKMEN CAN MURAT
INTERNATIONAL JOURNAL OF MATHEMATICAL ANALYSIS Volume 5 issue 3336 | 2011

WOS.SCI 6 DOI
Factorisation of positive definite operators

Dikmen, CM , Reade, JB
ARCHIV DER MATHEMATIK Volume 91 | 2008